DINplayer User Manual v.2.3
Page 21
5.2 Binary input command codes
Activating the inputs in binary combination, one can launch the playing of a maximum of
63 messages, naming the audio files as shown on the following table.
INPUT
FILE
INPUTS BINARY COMBINATION
1 2 3 4 5 6
(.mp3)
O O O O O O
= stand by
1 O O O O O
=
1
individual activation input IN 1
O 1 O O O O
=
2
individual activation input IN 2
1 1 O O O O
=
3
binary combination inputs IN 1 + IN 2
O O 1 O O O
=
4
individual activation input IN 3
1 O 1 O O O
=
5
binary combination inputs IN 1 + IN 3
O 1 1 O O O
=
6
binary combination inputs IN 2 + IN 3
1 1 1 O O O
=
7
binary combination inputs IN 1 + IN 2 + IN 3
O O O 1 O O
=
8
individual activation input IN 4
1 O O 1 O O
=
9
binary combination inputs IN 1 + IN 4
O 1 O 1 O O
=
10
binary combination inputs IN 2 + IN 4
1 1 O 1 O O
=
11
binary combination inputs IN 1 + IN 2 + IN 4
O O 1 1 O O
=
12
binary combination inputs IN 3 + IN 4
1 O 1 1 O O
=
13
binary combination inputs IN 1 + IN 3 + IN 4
O 1 1 1 O O
=
14
binary combination inputs IN 2 + IN 3 + IN 4
1 1 1 1 O O
=
15
binary combination inputs IN 1 + IN 2 + IN 3 + IN 4
O O O O 1 O
=
16
individual activation input IN 5
1 O O O 1 O
=
17
binary combination inputs IN 1 + IN 5
O 1 O O 1 O
=
18
binary combination inputs IN 2 + IN 5
1 1 O O 1 O
=
19
binary combination inputs IN 1 + IN 2 + IN 5
O O 1 O 1 O
=
20
binary combination inputs IN 3 + IN 5
1 O 1 O 1 O
=
21
binary combination inputs IN 1 + IN 3 + IN 5
O 1 1 O 1 O
=
22
binary combination inputs IN 2 + IN 3 + IN 5
1 1 1 O 1 O
=
23
binary combination inputs IN 1 + IN 2 + IN 3 + IN 5
O O O 1 1 O
=
24
binary combination inputs IN 4+ IN 5
1 O O 1 1 O
=
25
binary combination inputs IN 1 + IN 4 + IN 5
O 1 O 1 1 O
=
26
binary combination inputs IN 2 + IN 4 + IN 5
1 1 O 1 1 O
=
27
binary combination inputs IN 1 + IN 2 + IN 4 + IN 5
O O 1 1 1 O
=
28
binary combination inputs IN 3 + IN 4 + IN 5
1 O 1 1 1 O
=
29
binary combination inputs IN 1 + IN 3 + IN 4 + IN 5
O 1 1 1 1 O
=
30
binary combination inputs IN 2 + IN 3 + IN 4 + IN 5
1 1 1 1 1 O
=
31
binary combination inputs IN 1 + IN 2 + IN 3 + IN 4 + IN 5
O O O O O 1
=
32
individual activation input IN 6
1 O O O O 1
=
33
binary combination inputs IN 1 + IN 6
O 1 O O O 1
=
34
binary combination inputs IN 2 + IN 6
1 1 O O O 1
=
35
binary combination inputs IN 1 + IN 2 + IN 6
O O 1 O O 1
=
36
binary combination inputs IN 3 + IN 6
1 O 1 O O 1
=
37
binary combination inputs IN 1 + IN 3 + IN 6
O 1 1 O O 1
=
38
binary combination inputs IN 2 + IN 3 + IN 6
1 1 1 O O 1
=
39
binary combination inputs IN 1 + IN 2 + IN 3 + IN 6
O O O 1 O 1
=
40
binary combination inputs IN 4 + IN 6
